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By solving inequality a + 2 < 5, value of 'a' must be

To add or subtract a positive number from both sides of any inequality without any change in inequality sign is called

By solving inequality 5a - 4 > 6, value of 'a' is

By solving inequality 18 - y > 9, answer will be

By solving inequality 1⁄3(x + 4) > (6 - 2x), answer will be

By solving inequality 1⁄2(4x + 2) > 1⁄3(x + 2), answer will be

By solving inequality a - 7 < 5 - 3a, answer will be

By solving inequality 6x - 7 > 5, answer will be

By solving inequality 3(a - 6) < 4 + a, answer will be

By solving inequality 1⁄3(x - 3) > 1⁄2(x + 2), answer will be

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